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Parallel Implementation of ComplexityReduction Approach to Fourth Order Approximation on 2D Free Space Wave Propagation

机译:二维自由空间波传播中复杂度降低方法四阶近似的并行实现

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Recently, a new variant of FDTD method known as High Speed Low Order FDTD (HSLO-FDTD) shows to solve 1D electromagnetic problem faster than the standard FDTD method by 67%. Application of parallel strategy to the method for 2D electromagnetic problem gain better saving in computational time to the parallel FDTD method by 85.2%. This method is called Ultra High Speed Low Order FDTD (UHSLO-FDTD). Both method applies the second order discretization with complexity reduction approach. In this paper, fourth order discretization with complexity reduction approach have succeeds to improve the accuracy of UHSLO-FDTD method. However, the fourth order scheme need higher computational time than UHSLO-FDTD method, but still faster than the FDTD method. This fourth order scheme is called Ultra High Speed High Order Finite Difference Time Domain (UHSHO-FDTD) method. In this paper we solve 2D wave propagation problems on a Symmetrical Multiprocessor machine using message-passing interface. We examine the parallelism efficiency of the algorithm by analyzing the simulation time and speedup.
机译:最近,称为高速低阶FDTD(HSLO-FDTD)的新型FDTD方法的新变型,以求超出标准FDTD方法求求解1D电磁问题67%。并行策略在2D电磁问题的方法中的应用,在计算时间内能够更好地节省85.2%的平行FDTD方法。该方法称为超高速低阶FDTD(UHSLO-FDTD)。两种方法都使用复杂性降低方法的二阶离散化。在本文中,具有复杂性降低方法的第四阶离散化成功提高了UHSLO-FDTD方法的准确性。但是,第四阶方案需要比UHSLO-FDTD方法更高的计算时间,但仍然比FDTD方法快。该四阶方案称为超高速高阶有限差分时域(UHSHO-FDTD)方法。在本文中,我们使用消息传递接口解决对称多处理器计算机上的2D波传播问题。通过分析模拟时间和加速来检查算法的并行效率。

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